vault backup: 2025-03-08 17:51:57
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@ -101,9 +101,9 @@ Every solution to a problem should satisfy at least:
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**Both inclusions are strict:**
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**Both inclusions are strict:**
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$$\text{Deadlock freedom} \not \implies \text{Starvation freedom}$$
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$$\text{Deadlock freedom} \not \implies \text{Starvation freedom}$$
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![[Pasted image 20250303093116.png]]
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![[Pasted image 20250303093116.png]]
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*p1 is starving!*
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Starvation freedom $\not \implies$ Bounded bypass
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$$\text{Starvation freedom} \not \implies \text{Bounded bypass}$$
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Assume a $f$ and consider the scheduling above, where p2 wins $f(3)$ times and so does p3, then p1 looses (at least) $2f(3)$ times before winning.
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Assume a $f$ and consider the scheduling above, where p2 wins $f(3)$ times and so does p3, then p1 looses (at least) $2f(3)$ times before winning.
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### Atomic R/W registers
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### Atomic R/W registers
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We will consider different computational models according to the available level of atomicity of the operations provided.
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We will consider different computational models according to the available level of atomicity of the operations provided.
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